Finding the period of sinusoidal wave in rope

AI Thread Summary
Shaking one end of a taut rope three times each second creates a sinusoidal wave with a frequency of three cycles per second. The period of a wave is the inverse of its frequency, so the calculation of the period as 1/3 of a second is correct. Each cycle indeed takes 1/3 of a second to complete. Understanding this relationship between frequency and period is crucial for studying wave dynamics. The conclusion is that the period of the sinusoidal wave in the rope is accurately determined to be 1/3 of a second.
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Hi,
i have a solution to the following problem but I'm not sure if it's right or not.
If you shake one end of a taut rope steadily three times each second, what would be the period of the sinusoidal wave set up in the rope?
Me, I thought that since I'm shaking the rope three times a second, this would be equivalent to three cycles per second, therefore if i want to find the period (cycles/1 second) I would just have 1/3 cycles/1 second. Did I do this correctly, or is it just horribly wrong? I would really appreciate it, thanks.
 
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I really need to know if I'm right or not, that way i can move on with my studying...
 
When I shake the rope, would it really create only one cycle at a time?
This is where I get confused...PLEASE HELP!
 
I really need to know if I'm right or not,so that i can move on with my studying.
 
If you have 3 cycles per second, each of them takes 1/3 of a second. So the period would be 1/3 of a second.
 
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I really need to know if I'm right or not,so that i can move on with my studying.
 
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